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The different configurations

The two effects are subtracted and the diffraction on the sample tends to bring the two beams closer together. [Pg.89]

The beams diffracted by the sample are more separated than they were before the diffraction. [Pg.90]

Current Seemann-Bolilin diffractometers can be used in either configuration. The S configuration has a better angular resolution. [Pg.90]

Hofmann and Jagodzinski [HOF 55] designed a double chamber system, one used in transmission and the other in reflectioa The angular range covered by this design is of 0 to 45° for the first chamber and 45 to 90° for the second. The two combined enable the user to make measurements from 0 to 90°. This configuration, however, is rarely used. [Pg.92]

For many years, another method has been used to directly produce a digital signal using a Seemann-Bohlin diffractometer. Traditional film is replaced with a punctual detector moving along the focusing circle [WAS 53]. Usually, scintillation detectors or proportional gas detectors are used. The detector s movement can be either continuous or incremental. [Pg.93]


The different configurations of the salts obtained by var3dng the sequence of alkylation are well illustrated by the reaction of pseudo-tropine (14) with ethyl iodoacetate to give 15, while the opposite order... [Pg.14]

In order to make an effective use of the VB formulation we have to calibrate the relevant parameters using reliable experimental information. The most important task is to obtain the relevant a-. Since the a s represent the energy of forming the different configurations in the gas phase at infinite separation between the given fragments, it is natural to try to obtain them from gas-phase experiments. In the case of the catalytic reaction of lysozyme one can compile the relevant information from the available gas-phase experiments (Table 6.1) and use it to determine the a s. [Pg.162]

TABLE 6.1. Gas-Phase Enthalpies that Can Be Used to Determine the Energies of the Different Configurations Involved in the Catalytic Reaction of Lysozyme3... [Pg.162]

FIGURE 7.6. Comparing the potential surfaces for the catalytic reaction of trypsin (upper figure) to the corresponding reaction in solution (lower figure). The different configurations that define the corners of the potential surface are drawn on the upper left portion of the figure. [Pg.180]

Such a sequence is very pronounced with the different stereoisomers of poly(methyl methacrylate), for example, and is a reflection of the increasingly easy rotation about the backbone C—C bonds in the different configurations. [Pg.51]

Pyrido[2,l-r ][l,4,2]oxazaphosphorine derivatives 201 were prepared from perhydrooxazolopyridines 200 by treatment with trimethyl phosphite in the presence of SnCU. In this way, the product (R = H) was obtained as a mixture of two diastereomers originating from the different configuration on the phosphorus. In the case of a cyano substituted derivative (R = CN), a third diastereomer was also isolated in a very low yield (Equation 29) <1997T3627, 1997BML2477>. [Pg.250]

The effects of temperature and added achiral diluent to C-l5 6,6 -A amide diacids can also be due to differences in intermolecular interactions based on the molecule s configuration. The arguments given above are based on the assumption that the different configurations, the stereochemistry at the chiral... [Pg.132]

Hie coupling constants values of H-16 allowed the determination of the configuration at C-16. In 189, H-16 must be axially oriented, antiperiplanar with axial H-17, because one of the coupling constants is 9.5 Hz. On the other hand, H-16 in 190 must be equatorially oriented. The different configuration at C-16 deeply influences the chemical shift of H-15a, which is strongly shielded in 189 with respect to 190 (0.37 ppm versus 1.13 ppm). [Pg.113]

The existence of the limit (3) guarantees that, after a large enough number of steps, the different configurations are generated following a probability density II. Then it is said that a distribution of stationary probability or situation of static equilibrium has been reached. If II has been previously chosen, the method consists of selecting pij so that the conditions (2) and (4) are fulfilled. We must stress the fact that the condition of microscopic reversibility ... [Pg.129]

In a statistical Monte Carlo simulation the pair potentials are introduced by means of analytical functions. In the election of that analytical form for the pair potential, it must be considered that when a Monte Carlo calculation is performed, the more time consuming step is the evaluation of the energy for the different configurations. Given that this calculation must be done millions of times, the chosen analytic functions must be of enough accuracy and flexibility but also they must be fastly computed. In this way it is wise to avoid exponential terms and to minimize the number of interatomic distances to be calculated at each configuration which depends on the quantity of interaction centers chosen for each molecule. A very commonly used function consists of a sum of rn terms, r being the distance between the different interaction centers, usually, situated at the nuclei. In particular, non-bonded interactions are usually represented by an atom-atom centered monopole expression (Coulomb term) plus a Lennard-Jones 6-12 term, as indicated in equation (51). [Pg.154]

Another successful family of ligands is the sugar-based furanoside ligands 4, 19-23 (Fig. 5) [21-23,43,50]. The modular construction of these ligands allows to fine tune (a) the different configurations of the carbohydrate backbone and (b) the steric and electronic properties of the diphosphite substituents. They show excellent enantioselectivity on both the S and R enantiomer of the product (up to 93%) and excellent regioselectivity (up to 98.8%) under mild conditions (Table 2). [Pg.54]

The thermodynamic theories [7,8] deny the pure kinetic nature of the glass transition and link it directly to thermodynamic quantities like the configurational entropy of the material. Some recent results suggest a correlation between kinetic quantities and thermodynamic parameters [9]. Also recently, this theory was successfully merged with a potential landscape approach [10]. The thermodynamic approach is interesting since it reflects the different configurations that are allowed not only for the whole ensemble but also for the internal conformations... [Pg.100]

Usually, mainly Doppler broadening determines the gain profile of a particular laser transition. Indeed, due to the different configurations achievable with gas lasers (namely, a large cavity length), the laser line can be narrower than the Doppler linewidth. Different experimental realizations of single-mode lasers are detailed elsewhere (Demtroder, 2(X)3). [Pg.56]

The actual average interaction between two dipoles is not zero, however. At equilibrium, the different configurations are weighted by the Boltzmann distribution... [Pg.15]

The cavitands are essentially synthesized from their resorc[4]arene precursors which are readily obtained by resorcinol condensation with aldehydes. The main feature comes from the different configurations that are expected for this tetrameric species and the relative thermodynamical stability of each isomer, which has been widely investigated by several authors. In addition, the conformational mobility of the resorc[4]arene molecules will depend on substitution at the upper and lower rims [28, 36, 40, 41]. The first attempt to synthesize a phosphorus bridged cavitand was to treat resorc[4]arene la (1, R=CH3) with phenylphosphonic dichloride or phenylphosphonothioic dichloride. Only inseparable isomer mixtures were obtained and isolation of the desired cavitands was not possible [42]. The first isolated phosphorylated resorcinol-based cavitand was described in 1992 by Markovsky et al., who prepared compound D from la and four equivalents of o-phenylenechlorophos-phate in the presence of triethylamine [43, 44]. For this compound, a tautomeric temperature and solvent dependent equilibrium exists between the spirophosphorane structure and the cyclic phosphate form (Scheme 4). [Pg.60]

Fig, 8.16 illustrates schematically the different configurations of interleaving strips which have been studied (Chan et al., 1986 Chan and Ochoa, 1989 Kim, 1983) (1) Adhesive strips interleaved along the free edge. [Pg.346]

On the other hand, azomethine (113) was synthesized by condensation of (S)-valinol with phenylacetaldehyde in good yield. The reaction of this chiral azomethine (113) with aryllithium afforded again chiral ot-substituted phenethylamines (114). The relationship between (112) and (114) was diastereomeric, due to the different configurations at the newly created chiral center at the 1-position. The diastereo-selectivity is more than 98 %, because the other diastereomer was not detectable in any case 125>. [Pg.197]

Fig. 6.85. Sconf is given by the different configurations the monomers and dimers may acquire on the electrode, such as those shown in (a) for two monomers. Si)b m is given by the libration of the monomers, such as that shown in (b). vib is given by vibration movements of the water molecule, such as that in (c). Fig. 6.85. Sconf is given by the different configurations the monomers and dimers may acquire on the electrode, such as those shown in (a) for two monomers. Si)b m is given by the libration of the monomers, such as that shown in (b). vib is given by vibration movements of the water molecule, such as that in (c).
Thus there are two factors responsible for the maximum in the solvent entropy and its deviation from the pzc. Those parameters are the different configurations the monomers and dimers are able to assume on the surface of the electrode, and that, as we discussed above, depend on the free energy associated with each configuration [Fig. 6.85(a)]. The second parameter is related to the entropy of libration, i.e., how the water molecules oscillate and how these oscillations arc affected by the electrode charge [Fig. 6.85(b)]. The vibrational movements of the molecule do notgivatly affect the position of the maximum in the entropy-charge curve. [Pg.198]

The study of manoyl oxide derivatives i.e. 7 and 8 in, Fig (7), (i.e ent-hydroxy and en/-acetoxy-3(3-manoyl oxides) isolated from Cistus creticus, by GC-MS resulted in only one peak indicative of the purity of the products [33]. From the H-NMR data it is clear that the 13-epi isomer was present in both derivatives [58,139]. The chromatographic data of the compounds 7 and 8 were recently published [33,63]. Hence, investigations have proven that, apart from the 13-epi isomer, there are more isomers with varying intensities, which correspond to isomers that arise from the different configuration of C-8 chiral center [33]. This isomer showing a different configuration at C-8 has been isolated from the volatile leaf oil of Alaska (yellow) cedar and its structure has been confirmed using spectroscopic methods as well as chemical reactions [150],... [Pg.256]

The different configurations for the reactor/separator/recycle system can be obtained by eliminating the appropriate streams of the proposed superstructure. Thus, elimination of all but streams 1,7, 11, 14, 18, 22, 24, and 27 results in the configuration shown in Figure 10.5(a) where the three CSTRs are connected in series, the separator system includes columns A/BC and B/C and a total recycle of A is fed into the first CSTR. Should all but streams 1, 2, 3, 4, 5, 9, 12, 14, 17, 21, 23, and 26 be eliminated from the superstructure, the configuration of Figure 10.5(b) is obtained where the CSTRs are connected in parallel, the separator network consists of columns AB/C and A/B and the recycle stream from A/B feeds the second CSTR. A different configuration... [Pg.425]

From a structural point of view a number of different isomers could be present. In principal the three different hydroxyl groups in the ligand are able to interact with the central metal ion thus giving rise to three different constitutional isomers. The stereochemistry of the different configurational isomers of gadobutrol is best described in view of the stereochemistry of the parent compound Gd-DOTA. In this complex chirality results from the restriction of free rotation around the bonds of the ligand caused by the inclusion of the central metal ion. Thus four stereoisomers are generated upon complexation of Gd(III) by DOTA. [Pg.12]


See other pages where The different configurations is mentioned: [Pg.48]    [Pg.265]    [Pg.513]    [Pg.59]    [Pg.705]    [Pg.205]    [Pg.715]    [Pg.182]    [Pg.86]    [Pg.155]    [Pg.315]    [Pg.64]    [Pg.67]    [Pg.80]    [Pg.136]    [Pg.107]    [Pg.86]    [Pg.238]    [Pg.163]    [Pg.147]    [Pg.892]    [Pg.1434]    [Pg.121]    [Pg.251]    [Pg.64]   


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